In class, we derived several benchmark theories of economic growth. In this question, we're going to discuss isolated economy of Malthustan. The island's production function is = 1 , where is TFP, is land (Terrain), and L is labor. The quantity of land is fixed, and so there is no capital investment: all that is grown is consumed (Y=C). i) Define c as consumption per worker. Derive both consumption per worker and the growth of consumption per worker (as accounting identities, not as a function of the underlying parameters). (2 points each, for a total of 4 points)